Below are the pseudocodes from the book for has_edge and in_edges. Use the pseudocode to show in a MS PowerPoint presentation why in_edges is slow and takes more than just O(n) time-complexity. You can do thi work in pairs. If you do work in pairs, write in the online text and on the presentation who are the partners. has edge(i,j) for k in adj[i] do if k = j then in edges(i) ou ArrayStack() for j in 0,1,2,...,n –1 do if has edge(j, i) then out.append(j) return true return false return out
Below are the pseudocodes from the book for has_edge and in_edges. Use the pseudocode to show in a MS PowerPoint presentation why in_edges is slow and takes more than just O(n) time-complexity. You can do thi work in pairs. If you do work in pairs, write in the online text and on the presentation who are the partners. has edge(i,j) for k in adj[i] do if k = j then in edges(i) ou ArrayStack() for j in 0,1,2,...,n –1 do if has edge(j, i) then out.append(j) return true return false return out
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
![Below are the pseudocodes from the book for has_edge and in_edges. Use the pseudocode to show in a MS
PowerPoint presentation why in_edges is slow and takes more than just O(n) time-complexity. You can do this
work in pairs. If you do work in pairs, write in the online text and on the presentation who are the partners.
has edge(i,j)
for k in adj[i] do
if k = j then
in edges(i)
ou ArrayStack()
for j in 0,1,2,...,n – 1 do
if has edge(j, i) then out.append(j)
return true
return false
return out
A T
Fr
B
U S
X2
x2](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcf0b873a-d464-490b-8941-cc17b3a3bcf0%2F76e69207-f404-42f6-8c1d-ca4123a47165%2Fx24lpp9_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Below are the pseudocodes from the book for has_edge and in_edges. Use the pseudocode to show in a MS
PowerPoint presentation why in_edges is slow and takes more than just O(n) time-complexity. You can do this
work in pairs. If you do work in pairs, write in the online text and on the presentation who are the partners.
has edge(i,j)
for k in adj[i] do
if k = j then
in edges(i)
ou ArrayStack()
for j in 0,1,2,...,n – 1 do
if has edge(j, i) then out.append(j)
return true
return false
return out
A T
Fr
B
U S
X2
x2
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